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adelina 88 [10]
2 years ago
7

E-Eyes just issued some new preferred stock. The issue will pay an annual dividend of $20 in perpetuity, beginning 20 years from

now. If the market requires a return of 5.65 percent on this investment, how much does a share of preferred stock cost today
Business
1 answer:
Strike441 [17]2 years ago
3 0

Answer:

Preferred stock costs $117.92 today

Explanation:

Preferred dividend are the fix amount payment which represents the perpetuity, the company can repurchase the preferred share as it is callable.

The dividends of $20 represent a perpetuity beginning after 20 years. We have to discount all cash flows in the form of dividend for 20 years.

Perpetuity = Cash flow / Rate of return = $20 / 5.65% = $20 / 0.0565 = 353.98

Today's price = Perpetuity x ( 1 + r )-n = $353.98 x ( 1 + 0.0565 )^-20 = $117.92

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A chemical manufacturer is setting up capacity in Europe and North America for the next three years. Annual demand in each marke
Yuri [45]

Answer:

Explanation:

The two choices under consideration are building 4 million units of capacity in North America

YEAR                         1                    2                           3  

Production and Sales 4,000,000.00   4,000,000.00   4,000,000.00  

Variable cost @ 10  40,000,000.00   40,000,000.00   40,000,000.00  

Divide by:

Conversion Factor  1.33                         1.33                     1.33  

Multiply by:

Growth(.1*.5)+(-.05*.5) 1.025                        1.025^2                  1.025^3  

NET CASHFLOWS  30,827,068.00   31,597,744.00   32,387,688.00  

DCF @ 10%     0.909090909           0.83                  0.75  

Present Values  28,024,607.27   26,113,838.02   24,333,349.36  

NET TOTAL COST 78,471,794.65  

or building 2 million units of capacity in each of the two loca-tions. Building two plants will incur an additional one-time cost of $2 million.

YEAR                  0            1                      2                              3  

Production and Sales       4,000,000.00      4,000,000.00   4,000,000.00  

Variable cost @ [(10+9)/2] 38,000,000.00  38,000,000.00   38,000,000.00  

Additional cost  2,000,000.00      

Conversion Factor     1.33     1.33                   1.33                       1.33  

Growth(.1*.5)+(-.05*.5)    1.025               1.025^2              1.025^3  

CASHFLOWS  1,503,759.40  29,285,714.29  30,017,857.00  30,768,304.00  

DCF @ 10%       1           0.909090909    0.826446281 0.751314801  

Present Value 1,503,759.40  26,623,376.62   24,808,146.28   23,116,682.19  

NET TOTAL COST = 76,051,964.50  

DECISION: The manufacturer should build 2 plants in 2 different locations because it gives a lower net present cost

<u>At what initial cost differential from building the two plants will the chemical manufacturer be indifferent between the two options?</u>

The difference in both options came from the fact that variable cost is lower in Europe and building the plant is more expensive. If there is no increase in cost and variable cost is same everywhere, then both options will be same.

5 0
2 years ago
You have lunch with a friend who was recently promoted to a management position. “congratulations!” you say. but she looks at yo
ycow [4]
<span>I look at her curiously after hearing her response before proceeding to respond, "Why aren't you? I thought you getting promoted was a sure thing from the last time we talked and I even overheard some of your bosses talking about it when I came to pick you up the other day." I questioned.</span>
6 0
2 years ago
The calculations have to be using Excel. How do I input it?To complete your degree and then go through graduate school, you will
gulaghasi [49]

Answer:

a) $639,610.76

b) $422,923.12

c) $0.00

d) $875,351.49

Explanation:

a) How large of a deposit must she make today?

To calculate this, we make us of the formula for calculating the present value of an ordinary annuity as follows:

PV = P × [{1 - [1 ÷ (1+r)]^n} ÷ r] …………………………………. (1)

Where;

PV = Amount to deposit today =?

P = yearly withdrawal = $95,000

r = interest rate = 4% = 0.04

n = number of years = 8

Substitute the values into equation (1) to have:

PV = $95,000 × [{1 - [1 ÷ (1 + 0.04)]^8} ÷ 0.04]

PV = $95,000 × 6.73274487495041

PV = $639,610.76

Therefore, she must make a deposit of approximately $639,610.76 today.

b) How much will be in the account immediately after you make the 3rd $95,000 withdrawal

Note: See Part A in the attached excel file for the calculation of this.

The answer is the ending balance in Year 3 and it can be seen that this is $422,923.12.

c) How much will be in the account immediately after you make all the withdrawals including the last one in 8 years?

Note: Also see Part A in the attached excel file for the calculation of this.

The answer is the ending balance in Year 8 and it can be seen that this is $0.00.

d) Now, if you decide to drop out of school today and not make any of the withdrawal, but instead keep your aunt’s money, that she deposited today, in the account that is earning 4.00%, how much would you have at the end of 8 years?

Note: See Part B in the attached excel file for the calculation of this.

The answer is the ending balance in Year 8 and it can be seen that this is $875,351.49.

The amount is that large because zero amount is withdrawn each year while the account kept on earning interest yearly on the ending balance.

Download xlsx
4 0
2 years ago
Companies. John, Lesa, and Tabir form a limited liability company. John contributes 60 percent of the capital, and Lesa and Tabi
noname [10]

Answer: The profits would be shared equally

Explanation: This is because

Since there was no agreement stating how profits would be divided,then the applicable state Limited Liability Company statute will rule. Most LLC statutes states that if members do not specify how profits are to be divided, they will be divided equally. As long as no operating agreement or LLC statute addressed the particular issue, the partnership law applys which also indicates that profits should be divided equally among the owners of a firm unless it was specified otherwise.

3 0
2 years ago
FARO Technologies, whose products include portable 3D measurement equipment, recently had 36 million shares outstanding trading
erma4kov [3.2K]

Answer:

A. $117 million

B.13%

C. $21.75

Explanation:

B. Calculation to determine How large a loss in dollar terms will existing FARO shareholders experience on the announcement date

Expected Loss= 390*30%

Expected Loss= $117 millions

Therefore How large a loss in dollar terms will existing FARO shareholders experience on the announcement date will be $117 millions

B. Calculation to determine What percentage of the value of FARO’s existing equity prior to the announcement is this expected gain or loss

First step is to calculate the Existing Shares Value

Existing Shares Value =36*$25

Existing Shares Value= $900 millions

Now let calculate the Expected Loss %

Expected Loss % = $ 117/$ 900

Expected Loss % = 13%

Therefore the percentage of the value of FARO’s existing equity prior to the announcement is this expected gain or loss will be 13%

C. Calculation to determine At what price should FARO expect its existing shares to sell immediately after the announcement

Price Per Share: $ 25*(1 - 0.13)

Price Per Share$25*0.87

Price Per Share: $21.75

Therefore what price should FARO expect its existing shares to sell immediately after the announcement is $21.75

6 0
2 years ago
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